he weight of breads prepared in a baker is randomly distributed with a mean of 400 grams and standard deviation of 16 grams. Using an independently selected sample of 16 breads, find a) the mean and standard deviation of the average weight of these 16 samples. b) using central limit theorem, estimate the probability that the average weight of samples is less than 390.
he weight of breads prepared in a baker is randomly distributed with a mean of 400 grams and standard deviation of 16 grams. Using an independently selected sample of 16 breads, find a) the mean and standard deviation of the average weight of these 16 samples. b) using central limit theorem, estimate the probability that the average weight of samples is less than 390.
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section: Chapter Questions
Problem 27T
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Question
The weight of breads prepared in a baker is randomly distributed with a
deviation of 16 grams. Using an independently selected sample of 16 breads,
find
a) the mean and standard deviation of the average weight of these 16 samples.
b) using central limit theorem, estimate the probability that the average weight of samples is less than
390.
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